Abstract
A method for recovering results valid near the limit of incoherent transport from corresponding results at the limit of complete incoherence is applied to the calculation of the neutron scattering lineshape. Lineshape formulae due to Kutner and Sosnowska for master equation transport on general non-Bravais lattices are extended by means of this method to include the effects of small degrees of transport coherence. The resulting lineshape is a sum of non-Lortenzian components. The effect of coherence on the width functions of the multicomponent lineshape is illustrated.
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